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4a Using the other units given in the question, deduce the 
units of wind stress. What else is this unit known as? 
What is it a measure of?
4a Note: Brackets around 휏 represent its units. 
• Replace the values in the first equation for their units:
4a Note: Brackets around 휏 represent its units. 
• Replace the values in the first equation for their units: 
(τ) = kgm−3. ms−1. ms−1
4a Note: Brackets around 휏 represent its units. 
• Replace the values in the first equation for their units: 
(τ) = kgm−3. ms−1. ms−1 
• Group the same units together and simplify:
4a Note: Brackets around 휏 represent its units. 
• Replace the values in the first equation for their units: 
(τ) = kgm−3. ms−1. ms−1 
• Group the same units together and simplify: 
(τ) = kg (m−3. m1. m1)(s−1. s−1)
4a Note: Brackets around 휏 represent its units. 
• Replace the values in the first equation for their units: 
(τ) = kgm−3. ms−1. ms−1 
• Group the same units together and simplify: 
(τ) = kg (m−3. m1. m1)(s−1. s−1) 
(τ) = 퐤퐠퐦−ퟏ퐬−ퟐ
4a Note: Brackets around 휏 represent its units. 
• Replace the values in the first equation for their units: 
(τ) = kgm−3. ms−1. ms−1 
• Group the same units together and simplify: 
(τ) = kg (m−3. m1. m1)(s−1. s−1) 
(τ) = 퐤퐠퐦−ퟏ퐬−ퟐ 
This unit is also known as a Pascal, Pa. It is a unit of pressure.
4b What wind speed would produce a drag coefficient of 1.05 
x 10-3?
4b • Substitute the values you know into the second equation:
4b • Substitute the values you know into the second equation: 
1.05 x 10−3 = 0.53 + 0.064U x 10−3
4b • Substitute the values you know into the second equation: 
1.05 x 10−3 = 0.53 + 0.064U x 10−3 
• Cancel out 10-3:
4b • Substitute the values you know into the second equation: 
1.05 x 10−3 = 0.53 + 0.064U x 10−3 
• Cancel out 10-3: 
1.05 = 0.53 + 0.064U
4b • Substitute the values you know into the second equation: 
1.05 x 10−3 = 0.53 + 0.064U x 10−3 
• Cancel out 10-3: 
1.05 = 0.53 + 0.064U 
• Rearrange for U:
4b • Substitute the values you know into the second equation: 
1.05 x 10−3 = 0.53 + 0.064U x 10−3 
• Cancel out 10-3: 
1.05 = 0.53 + 0.064U 
• Rearrange for U: 
1.05 − 0.53 = 0.064U
4b • Substitute the values you know into the second equation: 
1.05 x 10−3 = 0.53 + 0.064U x 10−3 
• Cancel out 10-3: 
1.05 = 0.53 + 0.064U 
• Rearrange for U: 
1.05 − 0.53 = 0.064U 
U = 
1.05 − 0.53 
0.064 
= ퟖ. ퟏퟐퟓ퐦퐬−ퟏ
4c Using only the first equation for wind stress, calculate the 
wind speed needed to produce a wind stress of 4.9 x 10-2 
Pa. Assume the density of air is 1.225 kgm3 and the drag 
coefficient is 9.46 x 10-4.
4c • Rearrange the first equation for U:
4c • Rearrange the first equation for U: 
ρACDU2 = τ
4c • Rearrange the first equation for U: 
ρACDU2 = τ 
U2 = 
τ 
ρACD
4c • Rearrange the first equation for U: 
ρACDU2 = τ 
U2 = 
τ 
ρACD 
U = 
τ 
ρACD
4c • Rearrange the first equation for U: 
ρACDU2 = τ 
U2 = 
τ 
ρACD 
U = 
τ 
ρACD 
• Substitute in the values you know:
4c • Rearrange the first equation for U: 
ρACDU2 = τ 
U2 = 
τ 
ρACD 
U = 
τ 
ρACD 
• Substitute in the values you know: 
4.9 x 10−2 
1.225 x 9.46 x 10−4 = ퟔ. ퟓퟎ퐦퐬−ퟏ

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W2 Example 4 Answers

  • 1. 4a Using the other units given in the question, deduce the units of wind stress. What else is this unit known as? What is it a measure of?
  • 2. 4a Note: Brackets around 휏 represent its units. • Replace the values in the first equation for their units:
  • 3. 4a Note: Brackets around 휏 represent its units. • Replace the values in the first equation for their units: (τ) = kgm−3. ms−1. ms−1
  • 4. 4a Note: Brackets around 휏 represent its units. • Replace the values in the first equation for their units: (τ) = kgm−3. ms−1. ms−1 • Group the same units together and simplify:
  • 5. 4a Note: Brackets around 휏 represent its units. • Replace the values in the first equation for their units: (τ) = kgm−3. ms−1. ms−1 • Group the same units together and simplify: (τ) = kg (m−3. m1. m1)(s−1. s−1)
  • 6. 4a Note: Brackets around 휏 represent its units. • Replace the values in the first equation for their units: (τ) = kgm−3. ms−1. ms−1 • Group the same units together and simplify: (τ) = kg (m−3. m1. m1)(s−1. s−1) (τ) = 퐤퐠퐦−ퟏ퐬−ퟐ
  • 7. 4a Note: Brackets around 휏 represent its units. • Replace the values in the first equation for their units: (τ) = kgm−3. ms−1. ms−1 • Group the same units together and simplify: (τ) = kg (m−3. m1. m1)(s−1. s−1) (τ) = 퐤퐠퐦−ퟏ퐬−ퟐ This unit is also known as a Pascal, Pa. It is a unit of pressure.
  • 8. 4b What wind speed would produce a drag coefficient of 1.05 x 10-3?
  • 9. 4b • Substitute the values you know into the second equation:
  • 10. 4b • Substitute the values you know into the second equation: 1.05 x 10−3 = 0.53 + 0.064U x 10−3
  • 11. 4b • Substitute the values you know into the second equation: 1.05 x 10−3 = 0.53 + 0.064U x 10−3 • Cancel out 10-3:
  • 12. 4b • Substitute the values you know into the second equation: 1.05 x 10−3 = 0.53 + 0.064U x 10−3 • Cancel out 10-3: 1.05 = 0.53 + 0.064U
  • 13. 4b • Substitute the values you know into the second equation: 1.05 x 10−3 = 0.53 + 0.064U x 10−3 • Cancel out 10-3: 1.05 = 0.53 + 0.064U • Rearrange for U:
  • 14. 4b • Substitute the values you know into the second equation: 1.05 x 10−3 = 0.53 + 0.064U x 10−3 • Cancel out 10-3: 1.05 = 0.53 + 0.064U • Rearrange for U: 1.05 − 0.53 = 0.064U
  • 15. 4b • Substitute the values you know into the second equation: 1.05 x 10−3 = 0.53 + 0.064U x 10−3 • Cancel out 10-3: 1.05 = 0.53 + 0.064U • Rearrange for U: 1.05 − 0.53 = 0.064U U = 1.05 − 0.53 0.064 = ퟖ. ퟏퟐퟓ퐦퐬−ퟏ
  • 16. 4c Using only the first equation for wind stress, calculate the wind speed needed to produce a wind stress of 4.9 x 10-2 Pa. Assume the density of air is 1.225 kgm3 and the drag coefficient is 9.46 x 10-4.
  • 17. 4c • Rearrange the first equation for U:
  • 18. 4c • Rearrange the first equation for U: ρACDU2 = τ
  • 19. 4c • Rearrange the first equation for U: ρACDU2 = τ U2 = τ ρACD
  • 20. 4c • Rearrange the first equation for U: ρACDU2 = τ U2 = τ ρACD U = τ ρACD
  • 21. 4c • Rearrange the first equation for U: ρACDU2 = τ U2 = τ ρACD U = τ ρACD • Substitute in the values you know:
  • 22. 4c • Rearrange the first equation for U: ρACDU2 = τ U2 = τ ρACD U = τ ρACD • Substitute in the values you know: 4.9 x 10−2 1.225 x 9.46 x 10−4 = ퟔ. ퟓퟎ퐦퐬−ퟏ